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Inequation
:
log22x>12log2x-20
lg(2x-7)>0
lgx*(x^2-3x+2)<0
log0,2(x+7)<=log0,2(2+x)
Identical expressions
log22x>12log2x- twenty
logarithm of 22x greater than 12 logarithm of 2x minus 20
logarithm of 22x greater than 12 logarithm of 2x minus twenty
Similar expressions
log(2/x)256>=log(2)2x
(x^2e^x-4e^x+2x^2-8)log4(3–x)/log2^2(x-3)^2<=0
log22x>12log2x+20
log2(1-x)>log2(2x-8)
2/log(2)^(2x-2)+3/log2^(4x-4)<8/log3^27+log2^(x-1)
Solving inequalities
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log22x>12log2x-20
log22x>12log2x-20 inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
You have entered
[src]
log(22*x) > 12*log(2*x) - 20
$$\log{\left(22 x \right)} > 12 \log{\left(2 x \right)} - 20$$
log(22*x) > 12*log(2*x) - 20
Solving inequality on a graph